Parlange J Y, Waggoner P E
The Connecticut Agricultural Experiment Station, New Haven, Connecticut 06504.
Plant Physiol. 1970 Aug;46(2):337-42. doi: 10.1104/pp.46.2.337.
In the past, relations of diffusive resistance to stomatal geometry have concerned circular pores or pores that are replaced by equivalent circles of the same area. We calculated the resistance for general shapes that include the realistic slit. The resistance comprises two terms. The first is an outer resistance that depends only on ventilation and leaf geometry and is independent of stomata. The second is an inner resistance and is a function of stomatal interference and of stomatal geometry only. If interstomatal spacing is at least three times stomatal length, interstomatal interference is negligible. The inner resistance can then be calculated by adding the resistance of the two ends and the throat of each stoma. In the case of an elongated stoma, the part of the diffusive resistance per square centimeter determined by stomatal geometry is [Formula: see text] where a, b, d, and n are the semilength, semiwidth, depth, and density of the stomata, and D is the diffusivity. This is the familiar Brown and Escombe result applied to slits.
过去,扩散阻力与气孔几何形状的关系涉及圆形气孔或被相同面积的等效圆所替代的气孔。我们计算了包括实际缝隙在内的一般形状的阻力。该阻力由两项组成。第一项是外部阻力,它仅取决于通风和叶片几何形状,与气孔无关。第二项是内部阻力,它仅是气孔干扰和气孔几何形状的函数。如果气孔间距至少是气孔长度的三倍,则气孔间干扰可忽略不计。然后,可以通过将每个气孔两端和喉部的阻力相加来计算内部阻力。对于细长气孔的情况,由气孔几何形状决定的每平方厘米扩散阻力部分为[公式见原文],其中a、b、d和n分别是气孔的半长、半宽、深度和密度,D是扩散率。这是应用于缝隙的常见布朗和埃斯康比结果。